Which of the following types of inventory describes inventory that has been purchased but not​ processed?

The following journal entry is detailed below: Cash A/c Dr $4,100, Equipment A/c Dr $23,000, Furniture A/c Dr $47,000, To Account payable $16,000, and To Rodriguez's Capital $58,100. This entry reflects that all adjustments have been recorded, with the remaining balance credited to Rodriguez's Capital. The calculation for the remaining balance is as follows: Cash A/c + Equipment A/c + Furniture A/c - Accounts payable = $4,100 + $23,000 + $47,000 - $16,000 equals $58,100.

Response:

a) $639,610.76

b) $422,923.12

c) $0.00

d) $875,351.49

Clarification:

a) What deposit amount should she make today?

To determine this, we utilize the formula for calculating the present value of an ordinary annuity as follows:

PV = P × [{1 - [1 ÷ (1+r)]^n} ÷ r] …………………………………. (1)

Where;

PV = Amount to be deposited today =?

P = annual withdrawal = $95,000

r = interest rate = 4% = 0.04

n = total years = 8

Substituting the values into equation (1) provides:

PV = $95,000 × [{1 - [1 ÷ (1 + 0.04)]^8} ÷ 0.04]

PV = $95,000 × 6.73274487495041

PV = $639,610.76

Thus, she needs to deposit approximately $639,610.76 today.

b) What will the account balance be right after the third $95,000 withdrawal?

Note: Refer to Part A from the attached Excel document for this calculation.

This will show the ending balance at Year 3, which indicates $422,923.12.

c) What will the account balance be after all withdrawals, including the last one in 8 years?

Note: Also refer to Part A from the attached Excel document for this calculation.

The result will be the final balance at Year 8, showing $0.00.

d) Now, if you opt to drop out of school today and forgo all withdrawals while retaining your aunt’s deposit in the account accruing at 4.00%, what would your total be at the end of 8 years?

Note: See Part B from the attached Excel document for this calculation.

The total will be the closing balance at Year 8, which indicates $875,351.49.

The substantial amount arises because no withdrawals are made each year, allowing the principal to accumulate interest annually on the final balance.

Answer: $465,000

Explanation:

Activity-based costing (ABC) is employed to determine the total expenses associated with activities necessary for product creation. In an ABC system, each activity related to production is allocated a corresponding cost.

From the information in the question, the following deductions can be made:

Machining costs:

= 299,000/13,000 × 7,000

= 23 × 7,000

= $161,000

Machine setup costs:

= 240,000/400 × 150

= 600 × 150

= $90,000

Cost for product design:

= 80,000/2

= $40,000

Order size costs:

= 290,000/10,000 × 6,000

= 29 × 6,000

= $174,000

Total expenses = $161,000 + $90,000 + $40,000 + $174,000

= $465,000

Thus, the total overhead cost associated with Product H27T comes to $465,000.

Thus, the internal rate of return stands below the anticipated rate, and therefore the project should be rejected. To elaborate, the cash flow for the project over years 0 to 3 consists of amounts: -$161,900, $60,800, $62,300, and $75,000. The required rate of return is 13%. Let's denote the internal rate of return as y%. At this rate, the present value of inflows equals the present value of outflows, leading to the equation for internal rate of return: 161900 = 60800/1.0y + 62300/1.0y^2 + 75000/1.0y^3. This gives an internal rate of return of y = 10.41%.